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QC operation sheet
Product Laser diode
Package RLD90QZWA
Bondhing
agent
Microscope
Wire-pull resistivity
FFP standard Facet inclination
Correct
monitorscope
Temperature
⊿XYZ
Temperature
DB load
Ultrasonic power
Die-&wire-
bonding(1)
ALDW40
WB load
Acceptance test Microscope Appearance
Flow chart
Materials Name of process
LD chip
Acceptance test
Used equipment &
machine
Controlled item
Material
acceptance
Preparatory
process
Main
Prosess
Visual Appearance
Submount
Chips preparation Braking machine Appearance
Air pressure
Expander
Inspection(0)
Stem
Ag paste
Wire-pull
resistivity
Peel-off resistivity
DB position
Inspection
Tension gauge DB load
Temperature
DB load
Ultrasonic power
Die-&wire-bonding ASDW
1
2
3
4
5
6
7
8
9
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